JM
Jalil Manafian
University of Tabriz
Research areas: Physics and Astronomy · Statistical and Nonlinear Physics · Nonlinear Waves and Solitons · Advanced Mathematical Physics Problems · Fractional Differential Equations Solutions
0000-0001-7201-6667
Employment
Education
- 2011 - 2015
Projects & Funding
Projects & funding information is unavailable.
Publications (128)
- Erratum — Nonparaxial pulse propagation to the cubic–quintic nonlinear Helmholtz equation Save
- Study of the modulational instability and miscellaneous soliton for metamaterials via three powerful schemes Save
- Shock Waves in Ion-Beam-Depleted Spin-Polarized Quantum Plasma with Ionic Pressure Anisotropy Save
- Investigation of exact solitons to the quartic Rosenau-Kawahara-Regularized-Long-Wave fluid model with fractional derivative and qualitative analysis Save
- A Study of the Wave Dynamics for the Reaction‐Diffusion Brusselator System and RKL Equation Save
- Modulational stability and multiple rogue wave solutions for a generalized (3+1)-D nonlinear wave equation in fluid with gas bubbles Save
- A generalized trial equation scheme: A tool for solving thin films constructed from the ferroelectric materials Save
- New Solitary Waves for Thin-Film Ferroelectric Material Equation Arising in Dielectric Materials Save
- A numerical aproach to dispersion-dissipation-reaction model: third order KdV-Burger-Fisher equation Save
- Stability Analysis, Modulation Instability, and Beta-Time Fractional Exact Soliton Solutions to the Van der Waals Equation Save
- Erratum — Solitary waves for the nonparaxial nonlinear Schrödinger equation Save
- Behavior of analytical schemes with non-paraxial pulse propagation to the cubic–quintic nonlinear Helmholtz equation Save
- Effect of trapping of electrons and positrons on the evolution of shock wave in magnetized plasma: A complex trapped K-dV burgers’ equation Save
- Nonparaxial pulse propagation to the cubic–quintic nonlinear Helmholtz equation Save
- New solutions to a generalized fifth-order KdV like equation with prime number p=3 via a generalized bilinear differential operator Save
- Study on the simplified MCH equation and the combined KdV–mKdV equations with solitary wave solutions Save
- Solitary waves for the nonparaxial nonlinear Schrödinger equation Save
- On soliton solutions, periodic wave solutions, asymptotic analysis and interaction phenomena of the (3+1)-dimensional JM equation Save
- Cutting-Edge Analytical and Numerical Approaches to the Gilson–Pickering Equation with Plenty of Soliton Solutions Save
- New soliton waves and modulation instability analysis for a metamaterials model via the integration schemes Save